Genetics and Inheritance Worksheets - Free Printable
Educational worksheet: Genetics and Inheritance Worksheets. Download and print for classroom or home learning activities.
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Step-by-step solution for: Genetics and Inheritance Worksheets
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Show Answer Key & Explanations
Step-by-step solution for: Genetics and Inheritance Worksheets
Let’s go step by step through each Punnett square problem. We’ll fill in the parents’ alleles, complete the squares, and calculate probabilities.
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Problem 1: Brown eyes (B) dominant over blue eyes (b)
Cross: Bb x bb
Parent 1 (Bb) can give B or b → top of square: B, b
Parent 2 (bb) can only give b → side of square: b, b
Punnett Square:
| | B | b |
|-----|-----|-----|
| b | Bb | bb |
| b | Bb | bb |
Genotypes:
- BB: 0 out of 4 → 0%
- Bb: 2 out of 4 → 50%
- bb: 2 out of 4 → 50%
✔ Probabilities:
- BB: 0
- Bb: 1/2 or 50%
- bb: 1/2 or 50%
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Problem 2: Curly hair (C) dominant over straight hair (c)
Cross: CC x Cc
Parent 1 (CC) gives only C → top: C, C
Parent 2 (Cc) gives C or c → side: C, c
Punnett Square:
| | C | C |
|-----|-----|-----|
| C | CC | CC |
| c | Cc | Cc |
Genotypes:
- CC: 2 out of 4 → 50%
- Cc: 2 out of 4 → 50%
- cc: 0 out of 4 → 0%
✔ Probabilities:
- CC: 1/2 or 50%
- Cc: 1/2 or 50%
- cc: 0
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Problem 3: Freckles (F) dominant over no freckles (f)
Part A: Homozygous recessive (ff) x Homozygous dominant (FF)
Parents: ff x FF
Parent 1 (ff) → f, f
Parent 2 (FF) → F, F
Punnett Square:
| | F | F |
|-----|-----|-----|
| f | Ff | Ff |
| f | Ff | Ff |
All offspring are Ff → all have freckles (since F is dominant)
✔ Probability:
- Freckles: 4/4 = 100% → 1
- No freckles: 0
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Part B: Heterozygous freckles (Ff) x Homozygous dominant freckles (FF)
Parents: Ff x FF
Parent 1 (Ff) → F, f
Parent 2 (FF) → F, F
Punnett Square:
| | F | F |
|-----|-----|-----|
| F | FF | FF |
| f | Ff | Ff |
Offspring: 2 FF, 2 Ff → ALL have at least one F → ALL have freckles
✔ Probability:
- Freckles: 4/4 = 100% → 1
- No freckles: 0
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Part C: Heterozygous freckles (Ff) x Heterozygous freckles (Ff)
Parents: Ff x Ff
Each parent gives F or f
Punnett Square:
| | F | f |
|-----|-----|-----|
| F | FF | Ff |
| f | Ff | ff |
Genotypes:
- FF: 1
- Ff: 2
- ff: 1
Phenotypes:
- Freckles: FF + Ff = 3 out of 4 → 75%
- No freckles: ff = 1 out of 4 → 25%
✔ Probability:
- Freckles: 3/4 or 75%
- No freckles: 1/4 or 25%
---
Part D: Heterozygous freckles (Ff) x Homozygous recessive (ff)
Parents: Ff x ff
Parent 1 (Ff) → F, f
Parent 2 (ff) → f, f
Punnett Square:
| | F | f |
|-----|-----|-----|
| f | Ff | ff |
| f | Ff | ff |
Offspring:
- Ff: 2 → freckles
- ff: 2 → no freckles
✔ Probability:
- Freckles: 2/4 = 50% → 1/2
- No freckles: 2/4 = 50% → 1/2
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Final Answer:
Brown eyes (Bb x bb):
- BB: 0
- Bb: 1/2
- bb: 1/2
Curly hair (CC x Cc):
- CC: 1/2
- Cc: 1/2
- cc: 0
Freckles (ff x FF):
- Freckles: 1
- No freckles: 0
Freckles (Ff x FF):
- Freckles: 1
- No freckles: 0
Freckles (Ff x Ff):
- Freckles: 3/4
- No freckles: 1/4
Freckles (Ff x ff):
- Freckles: 1/2
- No freckles: 1/2
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Problem 1: Brown eyes (B) dominant over blue eyes (b)
Cross: Bb x bb
Parent 1 (Bb) can give B or b → top of square: B, b
Parent 2 (bb) can only give b → side of square: b, b
Punnett Square:
| | B | b |
|-----|-----|-----|
| b | Bb | bb |
| b | Bb | bb |
Genotypes:
- BB: 0 out of 4 → 0%
- Bb: 2 out of 4 → 50%
- bb: 2 out of 4 → 50%
✔ Probabilities:
- BB: 0
- Bb: 1/2 or 50%
- bb: 1/2 or 50%
---
Problem 2: Curly hair (C) dominant over straight hair (c)
Cross: CC x Cc
Parent 1 (CC) gives only C → top: C, C
Parent 2 (Cc) gives C or c → side: C, c
Punnett Square:
| | C | C |
|-----|-----|-----|
| C | CC | CC |
| c | Cc | Cc |
Genotypes:
- CC: 2 out of 4 → 50%
- Cc: 2 out of 4 → 50%
- cc: 0 out of 4 → 0%
✔ Probabilities:
- CC: 1/2 or 50%
- Cc: 1/2 or 50%
- cc: 0
---
Problem 3: Freckles (F) dominant over no freckles (f)
Part A: Homozygous recessive (ff) x Homozygous dominant (FF)
Parents: ff x FF
Parent 1 (ff) → f, f
Parent 2 (FF) → F, F
Punnett Square:
| | F | F |
|-----|-----|-----|
| f | Ff | Ff |
| f | Ff | Ff |
All offspring are Ff → all have freckles (since F is dominant)
✔ Probability:
- Freckles: 4/4 = 100% → 1
- No freckles: 0
---
Part B: Heterozygous freckles (Ff) x Homozygous dominant freckles (FF)
Parents: Ff x FF
Parent 1 (Ff) → F, f
Parent 2 (FF) → F, F
Punnett Square:
| | F | F |
|-----|-----|-----|
| F | FF | FF |
| f | Ff | Ff |
Offspring: 2 FF, 2 Ff → ALL have at least one F → ALL have freckles
✔ Probability:
- Freckles: 4/4 = 100% → 1
- No freckles: 0
---
Part C: Heterozygous freckles (Ff) x Heterozygous freckles (Ff)
Parents: Ff x Ff
Each parent gives F or f
Punnett Square:
| | F | f |
|-----|-----|-----|
| F | FF | Ff |
| f | Ff | ff |
Genotypes:
- FF: 1
- Ff: 2
- ff: 1
Phenotypes:
- Freckles: FF + Ff = 3 out of 4 → 75%
- No freckles: ff = 1 out of 4 → 25%
✔ Probability:
- Freckles: 3/4 or 75%
- No freckles: 1/4 or 25%
---
Part D: Heterozygous freckles (Ff) x Homozygous recessive (ff)
Parents: Ff x ff
Parent 1 (Ff) → F, f
Parent 2 (ff) → f, f
Punnett Square:
| | F | f |
|-----|-----|-----|
| f | Ff | ff |
| f | Ff | ff |
Offspring:
- Ff: 2 → freckles
- ff: 2 → no freckles
✔ Probability:
- Freckles: 2/4 = 50% → 1/2
- No freckles: 2/4 = 50% → 1/2
---
Final Answer:
Brown eyes (Bb x bb):
- BB: 0
- Bb: 1/2
- bb: 1/2
Curly hair (CC x Cc):
- CC: 1/2
- Cc: 1/2
- cc: 0
Freckles (ff x FF):
- Freckles: 1
- No freckles: 0
Freckles (Ff x FF):
- Freckles: 1
- No freckles: 0
Freckles (Ff x Ff):
- Freckles: 3/4
- No freckles: 1/4
Freckles (Ff x ff):
- Freckles: 1/2
- No freckles: 1/2
Parent Tip: Review the logic above to help your child master the concept of basic genetics worksheet.